{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import tensorwatch as tw\n",
    "import torchvision.models"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "import torch.nn as nn\n",
    "\n",
    "class Linear(nn.Module):\n",
    "    def forward(self, x):\n",
    "        return x\n",
    "\n",
    "class SimpleVGG(nn.Module):\n",
    "    def __init__(self, disable_activations: bool = False):\n",
    "        \"\"\"disable_activations: whether to generate network with Relus or not.\"\"\"\n",
    "        super(SimpleVGG, self).__init__()\n",
    "        self.features = self._make_layers(disable_activations)\n",
    "\n",
    "    def forward(self, x):\n",
    "        # index of layers with feature maps\n",
    "        select = [1, 3, 8, 13]\n",
    "        self.feature_maps = []\n",
    "        for l, layer in enumerate(self.features):\n",
    "            x = layer(x)\n",
    "            if l in select:\n",
    "                self.feature_maps.append(x)\n",
    "        return x\n",
    "\n",
    "    def _make_layers(self, disable_activations: bool):\n",
    "        activation = lambda: Linear() if disable_activations else nn.ReLU()\n",
    "        layers = [\n",
    "            nn.Conv2d(3, 64, kernel_size=3),\n",
    "            activation(),\n",
    "            nn.Conv2d(64, 64, kernel_size=3),\n",
    "            activation(), # 3\n",
    "            \n",
    "            nn.AvgPool2d(kernel_size=2, stride=2),\n",
    "            nn.Conv2d(64, 128, kernel_size=3),\n",
    "            activation(),\n",
    "            nn.Conv2d(128, 128, kernel_size=3),\n",
    "            activation(), # 8\n",
    "            \n",
    "            nn.AvgPool2d(kernel_size=2, stride=2),\n",
    "            nn.Conv2d(128, 256, kernel_size=3),\n",
    "            activation(),\n",
    "            nn.Conv2d(256, 256, kernel_size=3),\n",
    "            activation(), # 13\n",
    "        ]        \n",
    "        return nn.Sequential(*layers) "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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u6rq9T5qmWZYppay1TdNYa7M8Q0BnXRRFs9ns8PAwiiKltZQKBQWA4Lw3Fon6/X4n7wwGg36/r5Qa9PsqjhzwjRs3kjQjIoFsjXnWSN1FsCKiFUEtgxknR56mxVbAQC++9jMP37ktKXJM08k4iROA9Mq1a96H8ePh87deimI9no0nk8lsNovzzHufd3vT6XQwGCilWm5K09Q5x8DOO+klM6dJYq2z1noOQggpRaQ1Mfrg0zQ1TbO7u9vtdg6ePK6rKsvzeVn44JGEsTZ4V1VVluf0WSqyC27dBhxwyZaSBHg/2LnSu7YXfHP9+nODnauVMyKJk41s+OFDDg4lYaS6mxtSqyzP4iiez+cBob+9KbRsmoaZoygqqtIF74IPIZRFGUexkgoBSIo0TfMoyYTudfs3n79x7foV5w0A93qdo+PD2jSzsjh4/Ghz0C/rYl5MJKFzDr2BZTzzjGS5NLp6Rk6dSTQjrp8nuCRofw5lIGXcSZKGbQZl3t0oZtPGFtMfPzJNXTcVVkIqWTfV5t6OSJL5bG6MYeBOp6OkBGtDCE3TkJKmaXQcZVlezQtnrUjTPM/nx8dxHG9tbXXSnARFsZ5MRjs7O0rKyXgSRVHWyY0xSimtZAjBNI2zzitnrXXeU2D6zNSZPJPkgxVnLiMnDMAh6CTj2fF7f/4n9pUv9HdflRCKqjq6d2//hRdZqyiJQwjT8eSonF65cWN3f//w8ElZlWmazqbTLIq0lN57HccGMU4S71xrJSql2nota22/15NKaq3rpsqyLMvQGesy1x/0nfPOOyKKosgYMxqNkjQjIUk31toogfPzP//zMml1ZsAZg+iZuLetd9u7dSvh0o7LYnJwcO9tCrR59VrW6+/v7wuixtmtK3vdNL///l2p1bUbN+KoLcxIp5OJDwEARsMhISqpoihiZq01Amit8zwvy7KuawCYzWZtnUJrAeR5bk0rpuxsNgOAJEk6nY4QsjHG+2Ct/TRy+qPXvqbCAiITAMEiqbvQZcCEANZs3Hj1lS/8wmBv786dN9/97rdweph0EteYNE8r2xwcHozH025vsLu948raGzvY2BiOhiQFaWmaJk6TJEmklFJHUseCKNI6MHvvFQA721SlqapiNvXGVEUNLJWMqqKsq6qlsrbkI4qiOE6IhBICg7ONCc+WYr1YKp2xm5b24AmCnhGR7Nxge2f7xc9HeacYzebz+s67b+n5tJ9I4w0D551O0zSeOYmTOIqstb1eV0cRIsZxEuko0pGU0jm3tbOj41gpHScJABCiNaYo5tPppJjPgvdRGjk2R8cHh08eOWs5sFIqjuMsywCAiJTSUgoSZIwxpvmouX8qkCu0Xib22yOOQMTx/itfNG/+8OVXv1CX9s7Dg/2tB3sv3CotWGuUkmXJTV3H3a7Wujvo13W9vbHJAAK4oxPLXkoJzN1eb2d3t5nP2AfvPQAIIQAwjhNmCCEU82Y+LymETOKg2y3r6M79D1qTant7uzVHmbmu6yhOVwUwzw5npMz51a7L5WfSYu2F5ODWv/ILVVFyGs0Ddg4P67zjVMqmzPN8NJnu7OxY75hha2tbxZEgKubzqqmD90VRpJ08y7MsSbrdztbuzvHjR+/fuZOlWVuyFcXRbDYNzmdp+sPvf3dydOCqwgDcuvW5NOs17JRUoiucc8zsvfPBsw9S6s9Ofy0QhMy4yKXRIvt2mo5adCogdr6ztXf11Z+ZNVXtvfXodVQ3Lo1iqZSDEARubGxz8JtbA+udEsqaej6383mVRZGUojHN1ZvPP//iy3EcP/fyK1VZ12VZFCUjCCJnbGcz+uEPv/eP/uifqwh+5vmtDvAP/+KN51/52bjfVZGO0ywwHg9HQFJHsZIysPfePYWAVnVSZ4LQl6u2NvPR1nsCAKzi6k9JDixvKRAC79968Wj4eLC1NTwezopZURYkhQuhNxhY5z2HPE/Hk1EUxc5YZ401xjQmTxLrnCC5sbU92NhQQt168aUP3vnxfDJNkrSo5lLI/k5/PBp98/Vv0LVX6PkXH/Hjv/Kzz3349t1oc3DtxReauvbeOx/SNNNaW2sJUQpJ9LSCjpO06VOWduFlywuWJXjnHNyLhREDxdHnvvRzj+49uH37NkhJkbLOTeezNM+2Njerus7TjAittWVRCsS6rmazmSTc2tqQmVZSaK3TOGXk5289zxzmszmX3Ol0hFJ373xv6sJ/9B//3f/9f/vjd75/WH7lub/xa3/5Pt/Y3tv21jbGRFGilPLeN03jnIvTtK2/+si6qUtR8RR5tI6gExR8xP0AA+bpxvUXbu3fvLq7syfiaDap+4N+Vdfdbu/a9euj46PgHTOXZaGkStN0VtRSyLIstzbTKIqllFLJLM1uPvdcUzcPHz1ECog0GY/t+H6+O/i93/nvq0ePyPFbBx/8+z+bl0846/RtNQMkpVTg4J0PzAggJ9PBtuUQ4DNzxxaW9GUqbF2er7xbDpzk3a/9tb+mhXrzzR9ESaKiKO/0OLimKNIkGR0dzWeF1GI6KwhCrBVzYACdZVJpKSQRKaX621ub45HjkGSpUvLw4FFH2ed/7rlv/OHbkgJjFPky1nPvuNvrP54OgTl4L0jMy6mUMkmS4BwC8uWtAZfnv07gzKpXBUALBF027jIgBMM2juO9vf3DgydJnFhGRLDWxFqB9+P5zNoQR3FZzTuR1nEiUDrnvGcURPKEqdNOZ7C15ZyP05SDc4C7Gb72a/03/uy98MSDwpv9PNEDlkJLYoCmaSIJqIC9N8ElkSZE0zThckvxU5nYCNAaiifUc6oo4gRreFJcsiiAUEqToMBBSNnrdY0xABAC13UtSCopxuPhe+998Ob33xwOx91Op9PpbWxux1EsBK1knNZqMBjkWZZlWSdPyxJTWf2tm/1f/vrLnk2y3/ull54bzcWohuAa74P33jorhOj1+1LIum6sc3VTW2PgJ+dtnOEkGUJQShFRi4e1keuPXLiv3NIsc5vwIMRer0dKR1EkhXDOAFGoy4cfvPf2D7/z3Xc+mFrof+Obv/mvf+2LP/+LcRpLpUIIwXsOAYmYudvtTrJsXhRKIEedu6b3XHn8d/7WLel9XhVffe3KH39z2h1sN009nU6981EeFUUhJQGAD75pGmus9+Hp0ftPA7Sqrj+pMjr9wdX3FkmIAEwkSEilo8AwmUyklMxczkvf1AcPPnz3B6+Pjh91X3rt1/69v1tv7P/pn/3Jj9/6/t7+TrfTreuqMYYBmQGBSMi828uynGR0bW/zye6/86Mf3f56h377t770O3/nVz+4c/Duo+TFl64dD8fdbi9LU2ObELyUMknSVng60zCHj2tMfwwECSHaNSPCSZXR+mdZj9SeZQRq6QlISJVkWa/XCyGMR2NrrKmqOz+63RVV79pWoLgnoRH0G//Bz4/e+rNHB8MkiRHQWrcqTmUGGUVaRyrpdcP01lbvd2//m//wD/5vvDf+f/7o8J/+RedXvv7XjWnqxk5Gk7IodaQYgrUueI50DMzlbGKa5ifu0J+EXBfk83GAmdtuv1aVRFE0L+a2MaPhsLKucf5LL+Y25A//z/f+wZs/gP7Gc198/m9mxR99743XXntNSkGIIQQhBCw6fGQcx+PZNM4Gt+idcvO1fzESf/66z7av/Orf/EUievj+h84Za22klbNOa12WVaSjPM+bplE6CiF8dgGPdQSdjT9eghpARGRgDlKIbqczm8+VVEmS1HmmdPrLX/nqz22+Pno0glAnUlXNdD6dfunVzT8+hlnR7CQ5LLuJWrdGKZVl6XQ61b3+tde+NLi6vXX1F6omRIJdXR2Pp0IJriHNUgiBmSfTSTfvSamMtQCglFxkxz6FuXgZIKI8H/FeYOuyawCEkFJrJKnj2DnnQ4iTxFq7s7uTdgeHjje6e1/d1//L1Q+P79d6J3ptK6pmo6D74+PDne3uKVXAQEKmWd7pdPduXNWJNmUFFrqZKIt6Xtd1Xc2ms6ooCDCJYymFty54b3wA4CRJiaTzbdmjwNPzXIdPTGF0Jny9ll+7CDvtGCJSkVQRAvrghRRCis2d7ThJ0oji7Z2jmfj55z//b//m83Ge/aUv7X15J3syJ6A9OxsxCSJB0HYAIqEgJqnjTq+/ubndzXtRkhtfF7NyPBqV02kzm5uqEszFbPLk8WNT1QTYlOVkNETmJI5RSKnOCopVyJ0A6fLlPAs8a7jj7GVSEhEJ0X4RQkghILAkcfOF595/ffurMvmtv/4b+/3vvPhieo39730H91/pxpk2ximpYC1rToLYcyfvpGlqbK2UrCtT12XTNGVZeh+U1vV8nqYZIZKgqqycc4EZETkEQPhExZrPCh/bhUFEIUSSJJHWi4ZVBiLyzglAYtrtdJru537vH7/3Sir/w3/r53/j5b3f/z8e3DXPv3CjL+K8KColNS+9xNaVISJA3NjYSNMsSRIffFlWdV2HEABYKx3HMQna3NzkwIeHh3fu3PHOe++ElGmaSiX59AxPGXsXlj8/M3wSCmJmKaXSEbS0oyRZAkQdRcPhUEb6q7/85T/7o+l/9vv/8tpmfDic8MaX/t3f+vWmKbVQV/avLI0pYGBqLQxC5pAmCQl0ziulpZRZmpYhcAht4FGScNZNJ9PhcNjp5FJSCGyaRtBy44OnF2+cWcLHQBDjsr6REXFVKE/LewQ8pdFWuRGhYiQZQmmt9d4rqQIwSjGdTTu9zq/+a197fPjFg4ODF+Pk5s1rkU5YCK1UFKm2LIyZAUPgZcABAwNEUdLt9uqm8t7W8zJEUTmd2aZxzm31N46Pjt57910iAu9tUydbm87Uwdm2YzuEcFmKtTV414+Ec2XAlyPoEwERJWlCRM65lp6ts1LKdpaPHj2WUm4M+juffxkRGx8AIM/yKNJpmnLgk7KV1iFExMAMSJLSNO31esH7OSmGoKPIOzfoDJj58aNHVVVprUMI3vuiKPr9jbbG2Icghfhka3k6nELQ+STi6jicC6TFURzFkZgvYhda6bIotNbWuzYLOkKczYsQQpznshNlWdrr9fI8D7zohSMB0LZQuQAhAFKbrXc8qI21xgd21hitlUAYHw99CJubm2maSUVpmjIHBm5Tj6YxoJUQYkFEyxqEy5Z93uK7rKDzE1IQM5MQWkWw6FBBBmbmqqqsc0hYVVUcx1VZEVEMKITo9/ttIYN3njkAUAjMEICBXQg+tL1NgSHLc2utM9YHo+PYWSc4CCEHg0Fd19ZapSNrLRERklZqPp/7AJ1Oh5VSStFPVKNJOEHnxay4EEbnugtQkoo7pGIOk+B9QCQiKQQiFkXR7XabqkGiNMt1lKoo6g36SZI450igM04CADJ4jwyESB69D0DMCpF9r9szTVPVNalIxi7R2gNYduC8845DiLR2zrnAWZaxt8OjY29d1ulAKkgEJgQUCEzr3Qfrkz9dXd3GcNZDgysi+oQU1ILWWoiF/crMQog0y6qqUkoZY6I4SdM0iqJut9vpdCKtF7MJIXgfAiJxcB59AOZAFJwFj5IiDgAIvV6vruvgbK1kEsVZEudJbOr6+Ph4Mh7rKEqzbHtnR8cR6di48tGjh/Ek2796HdKUBAuBP5G9bZ41Js0MfHrDjRCC1jpJkjhJjJm2YZP2YFmWbZBgYU8SDQYDKdWiWYaZAnh2AgF9QOe9aVihNNZriQA+BCTBwK1DS0RtnWhV108ePaqqqqxrnM329nb7GxtSK9JKCTR1OZ2M2fsrV68n2Uk9g6CPFt54SckDM39yCkKkOI6TJIFF7yhIKeu6bv3PyWSSZXm3202SJM/zKIpOrgzMIXhjuY13WAvsNUsejWl7w3sPgEiUZ7lAwd5OxxicR/a+iVvs71/Zj+I4zTKhJQlBgmKtlVR1OT98+IEz9ZUbN7u9HjCT+FQsAgASCWCNNM4wJwCEtd9nuDQgR2kvgEQEQl/Oq9b97WSZIkFKkVQqTnUUSSmZAwQmEkws56VXGsGHpibrpQD/h39gX3he/ewXhTEBiZ03wdZ1ffDoYHj05PqNa3lnp9Pr9Te3h8Nh8C6KdJZlcZYTkQSIkrg36M2mk7IomB969teeeyHv9JACACEAnfjgbe/z2YXSaRG7MpQ+OYKJiJnjOMk6vboumD0AW2utcVKoTqcjowiJSMhW+izdi0BScyTq99+O006UDgI7fvs98eQh/u2/HYx13i/26gFGQZu728bVWussz+M4ztKs0+2WxdzaJoriJEmEEEQopEyzdLC5aY2Zz2azsgYUN567pfu9T7zAFta12MVw2dnWaIrjeHtnr65npiqcmx8fH5dFBYAbGxt7165GUZQmiZSy3YiktXdBhLCzS29+x7/+p+Er/4Y3MZD0f/XXYbAH1gYIJKhNDekkQWRnG2QO3rdOn1I6SdOIoyRJdRS1hQ9CCK10nMRxmtTlLJj68YO7aRLnWSqEELQsbFmt5nwi+VwZ6wmCPjkgSin7g43RqDf3NsuypmkQ6ODgSVVVIMTLn/9Lq6B3u3sAIIJHFVz0tV9vrt+s7z6SbtoExhvPJyEEBCEUIiGR9942zfHBk/lofO36NUQMPgQAIZiEUFLFSSwWW2oRI0kpldZplhYjYeqysObxg/u9webm1hYq1RZdfoL0ojwvvdvfK9FDl3gq3JpGyFESdwbb8/kcaU6Ik9FYSJnkmYh0kqZJmkghCWnh8zH7AAzeuhqvvYBj2zx4aPMsSjIODhg5OMccgBHA+xDpaGNru+2Gdug4OCLQUdS2iAopW00XIEhJWZqZxpYbTe2cr4rZ0cH9934s4mjQ6YMEkvIk+cDnurOX622b7VYi6lNoMQBACAwA3On2xllu5iMp1WB7M87y7d2dNE0BQCqlpFzEsbktCFq43iwZbu7SwbGUGoQom0YyIqIHQEIppZQiTuIoiZRAYxpClFJ67wgFSUkkEIGZ2+5dIYTWWmqt4zjJOsGapqnHw8MnDx/o66qTp8TiE8Q9Pq0WbD3VPM82NjZnx4c6bq4N+i6wM6YhkeWBiNpag9ZLEkIAsPeOmX1wIVJwY9ebxje1s8BCkhAoiBna4kPmhTeqBdWNYWatowAIrWRZdk8AohAURZRnWVkUhY50kjYlT4Yjqe73e4MsTTgEFgTLVPtqCae9+bOnPjWCAFCQYNjY2DJXro9Hanh8PBlOE6VhA9v2Aw4BhRBCtJRjTOO9896zs762Vko7GpNzUksfQmBmjyhIEDIDCQnB2boUApM4bqwDYKk0LD1nIahVyIAkBKRp1u12TV03VSmUMbNpM5kMj456/b6Ukp7SrHoJnNs/aBWHeOaYEjECcJJmm7v78/nI1o2pSlsWk3q+tbtLiIxIglofipmdNczsnWv3/vKNbUaFyobQzSiOGAGEIJYoJICTiBwMCrDWhBCiNPOMzgelNCIiCWYkImz3nUSIItXrd+u6mkzGVVnoKDK2nhw9Hm9sJHFCSCiWjVQX+55ndNlFFLQImD0rftr9bQAB4izb3tmv5zNBZIzZ3t/v93plMY/iuN2OgnBRNtFuiuadC8aUtgndJHhr6kpxoEjJtg/LO2BjnNGSXHBSkA2uMY2OM0UL6wQRAdodFxAIJKAnjpOo2+1OO93x8SEgWe+mo+HRweM87/Y3BrTokn4KKZ3C0ceoD/rIwLiSsr+5zew3t7eViuIsNdZqJbxpkL3WESI657z31lrnHFtbVSVLUps9jBQIkkqTkoCA4NkZ7wx7Cw5RaUZQUjGgs06qhd9Li80osA1sMwAHFiTzPN/YGExH/eMnj7RSztrJ8fF0a9jpdwUTfJzX/2ll0ApaM0MledbtKyUZwLigtY6kZPYIwnsbArbSp91XxltDiDJLUZKUEgBRChAUAJ1rQjNn74k9E6LS2NYxIgJCm5jFZUHl2s59bRcqA4A1VknRxjwJfDmdDIfHvc2tXqdDQtAzB40+GpVrHXd8+rOGHUREEAgCIUkzGcUMLAiUlIjte0ZrjLV1cJa9Zw4heEkqihKlI6GVVFJGCtvqGFe5chLqwrua2TGCcx5Q2gCCRGvCrPCyvrVhm3GRUsZxnHU6SacrdVSUJQN77ybHT2bTkQvLLUf5nDF9EXw0BS3jZXBOqp29OwIQMCEhkiSBxFIQILZVhQAAwYMPwXvgQMAoCIRom2xCq6wDBGdcMfV1QcQoZGhpBNAHICkZYFX3u+KstVgwAmIbAu72+3XTzKaT6XQihARkU5fT4bDX35R5DotNTvEjExw/MRZb4giRUAgBUgpBiKSkBEQSIniPDN43wdpW3/vF/iwCUQEgBw/e2Kpi7wDBMxIQosAlmS/7BFpffO2hq0TYwkdnJAq+rR4yCFA3daqltXZ0eNjvb+Zp3rZfPsuKnilo/zEQtKJ5KZEEkUAhkD0RsfcCmNkTO++8b2tTEZEEkgvM3tm2/wuDJQQPAkgCUQBcFIIEbpNgrWSGM7H3BQqRiASBlDLPss3NzXI+KeeF9YHA26os53NmDAz0bMUOazWKa/+eWvPHQRBDSy6SkVsLBQBQSAAgIUNwLAV4BGAOlj1y+1ZIMDtrLCEJ0UZiBKI4VbyF7W6buGq1WRxeAC1Ia4E3StN0HkVCyFjFEzPGuialjTJlMauqkrK0pd6nrO6UuYOwyPafL154ejnDWWxiWzemQMg18Umtgw5SslQgNQgJRIjQWs4cPAZP3kLwASAIFUjiieiFlT8RAJmRERkBT4nnpb6Hxb6FUkpAnBVlUVbEANYigvVmNDkej48ZOSCEywXQSjX95MuLEYEI202SFr8Xx5GAJCmSiqQkkoiLDSsBMTCHVVSzZSIiIoEoFm9xLTex3PtugZMLMqMIzJxl2f6V/Y2tTRXpqq4BIDhn6mo+nYRWaTwDyNWcThXXXEB6H6OEBBd/C+B0mTVQyzhCKJYBQgieF8TBDMtySUBaa1cj0bInLZho5Wfi2qTOzLYdQkRaa53EURqTEN57Y2wcKQi+mM/KopBSCqLLJMiqiU5eNuDjCJ+zuEPCti6BFruHMC9qNolZMjNJz0Gh8yQQ2y0MICCGdp+FtqsG4QQpQOJccgsvSHctoS2UQUJrXQggtJJSNk0tJZmqruaT2WySdzpCPIWBlhHFU+IGcc0IvODxp9/Vct+Uta1hmRmQiZBZnDwneABgYCRClggeGIPUqD35GkggSmYGASgUEUKLI4CllhNMCsUScUSEglAgCjwNq8kwMhFEkcrTLI4W/Q/WWusDNtaXRVkUod217xIktzm1n0C44zJYIgvxBN8ICEIggATSIDwLF6RmUsBAkhgkSmpzPtTiiNpwcmt7EgqxPPVMFVNElGVZp9cZDeM4juu6Zg7Oubppqqry3gOoj+SU83bQBbLm6bM5ZYws/aPVdsEAgERhWfgLQITEJKVEF6RU2qNE4AAekYRQi9a1hYMukAQggBQg2orlhYCmJawefirutWzEFUoleZZ18mo68c6HEAShMWY2m1VVGUX6/N+JOLnBeQQtzn1M2+cpwMuk5SrX3VIVETEDCQVSAwqAgBBYMKHClQ5DZBRtXBXkIrvTOvAfo3QZkYQUQjkfXHBKamZojClms6Io+/3+hXNeh7MICoytarksVv+xYJHSXW5miIgAgVkAAxKikKhTAQzeBSUAGJEAmFGEZRCj5SZBrbZFEnJhFq57GOvL4xMByswY2BknVBx3u7WziOi9Bw/SOVM2wTMAgiAACBiWdzh1w89KBq1Dm2Jc9Z+3FAQACDK0lYpEGFb9Fif9xbQ0pnDBWgvSeobNOhavt43MOe+891opQVhbZxrjvCurwtpGy/TpLHMOQa3bfrqJj/kkxPF02l4kL05v5XTewloayEIIChxOZMayumGFoOV4ahG0Wska+Zw1glbGFyJKKduKRx+8dVYojYht31BRzo1pkihGsbAYLtRqPw0KWoeWmnAZAAQAYGQIsCy8bwVW63S251ec1pY9n2er88BLOlVKRpFmZkISQhhrW7JsmrqpSx/cQss+OwWt/amK89Gf1jRY/l7Td0vcL2QO4mIXblpb5NrI5REiYFj99RBcuROEq0rY1aNXfZErprsMU4toGGIIAQCV0mmS6iiqilnLqBA4OAeucT5YAIVMp7ZVBoCTxOH/BzP34H+YTsk0AAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<PIL.Image.Image image mode=RGB size=96x96 at 0x283728972E8>"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# imagenet example: \"/datasets/ImageNet/train/n01514668/n01514668_1367.JPEG\n",
    "img = tw.open_image(\"../data/test_images/cat.jpg\", resize=(96, 96))\n",
    "img"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "[2019-05-22 00:55:31,564][ INFO][pytorch.py]::Feature maps shape: [GridShape(n=1, w=94, h=94, c=64), GridShape(n=1, w=92, h=92, c=64), GridShape(n=1, w=42, h=42, c=128), GridShape(n=1, w=17, h=17, c=256)]\n",
      "[2019-05-22 00:55:31,574][ INFO][pytorch.py]::Input shape       : GridShape(n=1, w=96, h=96, c=3)\n",
      "[2019-05-22 00:55:35,632][ INFO][base.py]::Estimated receptive field for feature map [0]: ReceptiveFieldDescription(offset=(1.5, 1.5), stride=(1.0, 1.0), size=Size(w=3, h=3))\n",
      "[2019-05-22 00:55:35,633][ INFO][base.py]::Estimated receptive field for feature map [1]: ReceptiveFieldDescription(offset=(2.5, 2.5), stride=(1.0, 1.0), size=Size(w=5, h=5))\n",
      "[2019-05-22 00:55:35,635][ INFO][base.py]::Estimated receptive field for feature map [2]: ReceptiveFieldDescription(offset=(7.0, 7.0), stride=(2.0, 2.0), size=Size(w=14, h=14))\n",
      "[2019-05-22 00:55:35,636][ INFO][base.py]::Estimated receptive field for feature map [3]: ReceptiveFieldDescription(offset=(16.0, 16.0), stride=(4.0, 4.0), size=Size(w=32, h=32))\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x432 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "model = SimpleVGG()\n",
    "tw.plot_receptive_field(model, img)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "[2019-05-22 00:55:37,355][ INFO][pytorch.py]::Feature maps shape: [GridShape(n=1, w=94, h=94, c=64), GridShape(n=1, w=92, h=92, c=64), GridShape(n=1, w=42, h=42, c=128), GridShape(n=1, w=17, h=17, c=256)]\n",
      "[2019-05-22 00:55:37,357][ INFO][pytorch.py]::Input shape       : GridShape(n=1, w=96, h=96, c=3)\n",
      "[2019-05-22 00:55:40,498][ INFO][base.py]::Estimated receptive field for feature map [0]: ReceptiveFieldDescription(offset=(1.5, 1.5), stride=(1.0, 1.0), size=Size(w=3, h=3))\n",
      "[2019-05-22 00:55:40,501][ INFO][base.py]::Estimated receptive field for feature map [1]: ReceptiveFieldDescription(offset=(2.5, 2.5), stride=(1.0, 1.0), size=Size(w=5, h=5))\n",
      "[2019-05-22 00:55:40,503][ INFO][base.py]::Estimated receptive field for feature map [2]: ReceptiveFieldDescription(offset=(7.0, 7.0), stride=(2.0, 2.0), size=Size(w=14, h=14))\n",
      "[2019-05-22 00:55:40,506][ INFO][base.py]::Estimated receptive field for feature map [3]: ReceptiveFieldDescription(offset=(16.0, 16.0), stride=(4.0, 4.0), size=Size(w=32, h=32))\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x432 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "tw.plot_grads_at(model, img, feature_map_index=3, point=(8,8))"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.6.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
